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Split double factorial with additional treatment and the post-harvest of Niagara grapes

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Academic year: 2019

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Figure 1 - Illustration of a split double factorial in CRD with J  replications of a double factorial, with treatments  coming from combinations of a 1 ,a 2 ,...,a a  and  b 1 ,b 2 ,...,b b  , and c levels of g in the subplots, with an  additional treatmen
Table 1 - Table of analysis of variance with the sources of variation, degrees of freedom, sum of squares, mean squares and F's calculated.
Table 2 - Analysis of variance table confounding Ad s in the error B .
Table 3 - Output of function sub.fat.ad(): analysis of variance table for the physicochemical variable firmness.

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